:42:15 PM user-f469 /202/MHDQ254/ben30913_disk1of1/0077430913/ben30913_pagefiles 8. de of the reck- hole Numbers ntal lines rephe line above. 1ht side of this hntieth-century represent one nswer 1 and 2. Boolla Boolla 4 d be the names dd numbers in de of the recky fingers and and and 2. ntal lines repm? he line above. s the name for ht side of this translations of ntieth-century uages in variern, and write Boolla Boolla 4 d be the names dd numbers in y fingers and and and 2. m? s the name for translations of uages in variern, and write MODULE 1: Pre-number Concepts and Place Value- Practice Questions 1. Sketch the base pieces for the unit, long, and flat for each of the bases: a. Base seven b. Base Sketch base pieces for thethree unit, long, and flat for each of the Sketch minimum number bases inthe exercises 9 and 10. of base-ten pieces needed to replace each set in 7 and 8. number of base-ten pieces 2.9. Sketch the minimum a. Base seven 7. b. Base three needed to replace the set below: 10. a. Base five b. Base twelve Sketch the minimum number of base pieces for the bases 8. Sketch given in exercises 11 and 12 to represent following 3. the minimum number ofthe base piecessetfor the bases given below to represent the of units. Then write number of write units in following set ofthe units. Then thepositional number of units in positional notation for the given notation for the given base. base. a. Base seven 11. a. Base seven Sketch for thefive unit, long, and flat for each of the b. Base b. base Basepieces five bases in exercises 9 and 10. 12. a. Base twelve 4.9. Determine a. Base b. Base seven threethe total number of units to which the b. Base three base. In exercises 13 and 14, determine the total number of a.theBase five: 3 flats, 4 longs, 3 units 10. a.to Base five units which base pieces are equivalent for the given b. Base eight: 6 flats, 0 longs, 5 units base.b. Base twelve base pieces are equivalent for the given Sketch the minimum number of base pieces for the bases 13. a. Base five: 3 flats, 4 longs, 3 units 5. each of the below in expanded form: givenWrite exercises and numbers 12 to represent b.inBase eight:11 6 flats, 0 longs, 5 unitsthe following set a. write 256,049 of units. Then the number of units in positional 14. a. Base twelve: 8base. flats, 7 longs, 8 units notation for the b. given 4033 five b. Base three: 2 long-flats, 1 flat, 2 longs, 1 unit 15. Determine The numeration on each the next page were used 6. thesystems value of underlined digitatand its place value. different a. times in different geographic locations. Com436,089 these of numerals for the numbers 1 through 11. pare a. Base seven b.sets111,111 five 10. What similarities can you find? For each system, b. Base five c. 73,783,220 what evidence is there of grouping by 5s? 12. a. Base twelve b. Basethe three 7. Write names of the following numbers. 4050 In exercises a. 13 and 14, determine the total number of b. units to which the567,428,921 base pieces are equivalent for the given base. c. 70,194,733 d. 5,211,433,289 13. a. Base five: 3 flats, 4 longs, 3 units b. Base eight: 6 flats, 0 longs, 5 units 14. a. Base twelve: 8 flats, 7 longs, 8 units b. Base three: 2 long-flats, 1 flat, 2 longs, 1 unit 15. The numeration systems on the next page were used at different times in different geographic locations. Compare these sets of numerals for the numbers 1 through 10. What similarities can you find? For each system, what evidence is there of grouping by 5s? 8. Round 43,668,926 to the nearest given place value below. a. Hundred thousand b. Ten thousand c. Thousand d. Hundred 9. Make a sketch of the given model for each number of units. a. 108, using the bundle-of-sticks model b. 570, using base-ten pieces c. 93, using base-five pieces d. 70, using base-twelve pieces 10. If the calculator view screen displays nine digits and that numbers are entered into the calculator using only the keys 1,2,3,4,5,6,7,8 and 9. a. What is the smallest whole number that can be formed to fill the calculator view screen if each of these keys is used exactly once? b. What is the smallest whole number that can be formed to fill the calculator view screen if a key can be used more than once? Competency Practice Questions, page 2 of 2 Module 1 Practice Question Answers 1. 2. 3. 4. 5. a. 2(105 )+ 5(104) + 6(103) + 0(102) +4(101) + 9(100) = 2(100000)+5(10000)+6(1000)+0(100)+4(10)+9(1) b. 4(53)+0(52)+3(51)+3(50) = 4(125)+0(25)+3(5)+5(1) 6. a. The value is 30,000; the place value is ten thousands b. The value is 3125; the place value is 55 c. The value is 70,000,000; the place value is ten millions 7. a. Four thousand fifty b. Five hundred sixty-‐seven million, four hundred twenty-‐eight thousand, nine hundred twenty-‐one c. Seventy million, one hundred ninety-‐four thousand, seven hundred thirty-‐three 8. 9. 10.
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